Question: Consider the following LP problem with two constraints: 49X + 38Y >= 1862 and 22X + 19Y= 418. The objective function is Min 22X +

Consider the following LP problem with two

Consider the following LP problem with two constraints: 49X + 38Y >= 1862 and 22X + 19Y= 418. The objective function is Min 22X + 22Y. What combination of X and Y will yield the optimum solution for this problem? O a unbounded problem Ob 19.0 Oc. 7, 13.8947 Od 0.22 O e infeasible

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